Match List-I with List-II

List-I	List-II
(Time)	(Angle between the hour hand and minute hand of a clock)
(A) 2:20 p.m.	(I) 35°
(B) 3:10 p.m	(II) 70°
(C) 4:30 p.m	(III) 50°
(D) 5:40 p.m	(IV) 45°

Choose the correct answer from the options given below:

The angle between the hour and minute hands of a clock can be found using the formula:

Angle $= |30H - 5.5M|$

where $H$ is the hour and $M$ is the minutes.

If the angle is greater than $180°$, use $360° - \text{angle}$.

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For (A) 2:20 p.m.:

$H = 2$, $M = 20$

Angle $= |30(2) - 5.5(20)|$

$= |60 - 110|$

$= |-50|$

$= 50°$

Therefore, (A) matches with (III)

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For (B) 3:10 p.m.:

$H = 3$, $M = 10$

Angle $= |30(3) - 5.5(10)|$

$= |90 - 55|$

$= 35°$

Therefore, (B) matches with (I)

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For (C) 4:30 p.m.:

$H = 4$, $M = 30$

Angle $= |30(4) - 5.5(30)|$

$= |120 - 165|$

$= |-45|$

$= 45°$

Therefore, (C) matches with (IV)

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For (D) 5:40 p.m.:

$H = 5$, $M = 40$

Angle $= |30(5) - 5.5(40)|$

$= |150 - 220|$

$= |-70|$

$= 70°$

Therefore, (D) matches with (II)

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The correct matching is:

(A) - (III), (B) - (I), (C) - (IV), (D) - (II)

Therefore, the correct answer is Option 4.